Course title
微分方程式Ⅰ   [Differential Equation Ⅰ]
Course category	technology speciality courses,ets.	Requirement		Credit	2
Department		Year	2～4	Semester	Spring
Course type	Spring	Course code	022102
Instructor(s)
桧垣 優徳   [HIGAKI Masanori]
Facility affiliation	Graduate School of Engineering	Office		Email address

Course description

Ordinary differential equations are used in describing dynamical phenomenas.

Expected Learning

(1)Integration (2)Inverse differential operator method (3)Laplace transform

Course schedule

1. Introduction 2. First-order differential quation 3. First-order differential quation 4. First-order differential quation 5. First-order differential quation 6. Second-order linear differential quation 7. Second-order homogeneous equation with constant coefficients 8. Second-order equation with constant coefficients 9. Second-order equation with constant coefficients 10. Systems of linear differential equations 11. Laplace transform 12. Inverse laplace transform 13. Laplace Transform method 14. Laplace Transform method 15. Term examination

Prerequisites

Calculus will be used in the lecture.

Required Text(s) and Materials

Terada Fumiyuki, “Bibun-houteisiki-no-kiso”, Science-sya (in Jananese)

References

Reference publications will be introduced in the first lecture, if necessary.

Assessment/Grading

Exercise 20%, Term examination 80%

Message from instructor(s)

Course keywords

Ordinary differential equation, General solution, Particular solution, Initial condition

Office hours

Before or After the class.

Remarks 1

Remarks 2

H26(2014) S 8%, A 12%, B 10%, C 36%, D 34% H27(2015) S 13%, A 13%, B 13%, C 19%, D 42% H28(2016) S 8%, A 18%, B 18%, C 30%, D 26%

Related URL

Lecture Language

Language Subject

Last update

3/2/2017 11:23:57 AM